Elliptic flow of hadrons in equal-velocity quark combination mechanism in relativistic heavy-ion collisions
Jun Song, Hai-hong Li, and Feng-lan Shao

TL;DR
This paper uses a quark combination model with equal-velocity approximation to analyze the elliptic flow of hadrons across various collision energies, revealing a common quark-level source for hadron flow and predicting significant charm baryon flow enhancements.
Contribution
It introduces a simple relationship between hadron and quark elliptic flow under EVC, and provides a unified description of $v_{2}$ for different hadrons and quark flavors in heavy-ion collisions.
Findings
Consistent $v_{2}$ of up/down quarks from proton, $ m ext{Lambda}$, and $ m ext{Xi}$ data.
Consistent $v_{2}$ of strange quarks from $ m ext{Omega}$, $ m ext{Lambda}$, $ m ext{Xi}$, and $ m ext{phi}$ data.
Predicted $v_{2}$ of $ m ext{Lambda}_c^+$ and $ m ext{Xi}_c^0$ showing enhancement at intermediate $p_{T}$.
Abstract
We apply a quark combination model with equal-velocity combination (EVC) approximation to study the elliptic flow () of hadrons in heavy-ion collisions in a wide collision energy range ( 27 - 5020 GeV). Utilizing the simple relationship between of hadrons and those of quarks under EVC, we find that of up/down quarks obtained by experimental data of proton is consistent with that obtained by data of and . of strange quarks obtained by data of is consistent with that obtained by data of and , and at RHIC energies it is also consistent with that obtained by data of . This means that of these hadrons have a common quark-level source. Using data of , we obtain of charm quarks with GeV/c. We find that under EVC charm quark dominates of mesons at low…
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